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transition metal bonds have been investigated as well, but
were predicted to have prohibitively high reaction barriers
clude that the oxidant is not involved in the rate-determining
step. The reaction furthermore exhibits a dependence on a 1st
order reaction rate relative to the catalyst’s and substrate’s
concentrations, as predicted by the calculations.[14a] In conclu-
sion, all the obtained kinetic data and rate laws agree with the
proposed mechanism.
¼
(DG >52 kcalmolꢀ1, Figure S2 in the Supporting Information).
The combined results are in line with the literature, as the n-
selectivity, which is often observed in case of transition-metal-
mediated CH activation chemistry, has been reported to be
very small or even reversed in the case of (especially cationic)
palladium(II) catalysis.[22] Very detailed DFT calculations report-
ed by Harvey rationalized the preferential formation of the iso
branched product for chelating palladium diimine complexes
with electronic reasons.[23] Notably, Harvey also described an
enhanced selectivity for the iso-product in case of cationic pal-
ladium complexes.
Formation of CO2
We detected the formation of carbon dioxide during the
course of the reaction, which can be attributed to the decar-
boxylation of trifluoroacetic acid. The amount of CO2 formed
accounts roughly for the observed low mass balance in K2S2O8.
We also determined a loss of about 1–2 mL of solvent in the
kinetic experiment shown in Figure 3. Hence, our results indi-
cate that radical oxidation of the solvent by K2S2O8 to CO2
occurs. This pathway, which has been proposed to lead to CH
activation by the generation of CF3 radicals[26] is definitely not
involved in the case of the oxidants Selectfluor or NaVO3/O2,
where we did not detect the formation of CO2.[14a] Also, this
pathway does not contribute considerably to the formation of
the trifluoroacetate ester under our reaction conditions with
K2S2O8, as no effect of adding radical transfer/trapping re-
agents to the reaction was observed.[14]
In order to experimentally evaluate the plausibility of our
calculated rate-determining step, we determined the Arrhenius
parameters and the isotope effect of the reaction.[14a] The Ar-
rhenius energy of activation was determined to be (29.0ꢁ
1.6) kcalmolꢀ1, which fits nicely to the calculated DH value of
30.0 kcalmolꢀ1. Also the isotope effect of 3.4ꢁ0.8, which was
obtained for the model substrate cyclohexane, is in good
agreement with calculated values (cyclohexane=3.9, pro-
pane=4.1). Both experimental values confirm that the CH-acti-
vation step is the rate determining state of the reaction. We
also observed that the addition of water and even of trifluoro-
acetic anhydride led to an inhibition of the reaction. This can
also be rationalized by our calculations,[12] as the rate-determin-
ing transition state is cationic in nature.[24] The DFT-calculated
mechanism has a number of further implications, which could
be verified by experimental investigations. The reaction is ex-
pected to proceed without an induction period and with
a 1st order rate law regarding the catalyst’s concentration. A
zero order rate law is expected for a soluble[25] oxidant, as it is
not directly involved in the rate-determining step (CH activa-
tion). Furthermore, the activity of catalysts with different bis-
(NHC) ligands should be correlated to the calculated barriers
for the rate determining state.
Alkylbromides
The DFT-calculated mechanism involves the reductive elimina-
tion of iso-propyl trifluoroacetate from a palladium(IV) inter-
mediate with bromido ligands. Our calculations for methane
had predicted that the reductive elimination by reaction with
trifluoroacetate is favored over reductive elimination of the
corresponding bromoalkyl compound.[12] Nevertheless, we
wanted to verify if alkylbromides are indeed not viable inter-
mediates of the catalytic cycle. Therefore, 2-bromopropane
was subjected to the reaction conditions (Figure 4). However,
as it did not react, there is no reason to believe that it is an in-
termediate of the catalytic cycle.
Rate laws
The kinetics of the reaction was studied. We did not observe
a significant induction period or signs of decomposition of the
palladium catalyst after a reaction time of 23 h. A plot of the
reaction kinetics (Figure 3) confirms that the reaction is not de-
pendent on the concentration of oxidant (approximately zero
order) for the first 12 h (ꢂ50% yield based on oxidant) at an
oxidant loading of 400 equiv to the catalyst. We therefore con-
Figure 4. 2-Bromopropane is not a viable intermediate of the catalytic cycle.
Reaction conditions: 1.3 mmol 7, 2.7 mmol K2S2O8, 50 mL 2-bromopropane,
0.8 mL HOTFA, 608C, 17 h.
Next, we turned our attention towards the effect of adding
bromide salts to the reaction. As already reported,[14] the addi-
tion of two or five equivalents of KBr to the reaction mixture
led to an almost quantitative inhibition of the reaction with
very little (supposedly radical) background reactivity (4.2 mmol
7, 8.4 mmol or 21 mmol KBr, 210 mmol K2S2O8, 1 bar propane,
2.5 mL HOTFA, 608C, 17 h: TON=4 and TON=2, compared to
TON=18 without addition of KBr). Surprisingly, we also ob-
served the formation of iso-propyl bromide and iso-propyl tri-
Figure 3. Kinetic profile. Reaction conditions: 113 mmol 7, 400 equiv K2S2O8,
67.5 mL HOTFA, 608C, 6 bar propane.
Chem. Eur. J. 2014, 20, 14872 – 14879
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